1.Which of the following is the negation of the statement "for all M>0M > 0M>0, there exists x∈Sx \in Sx∈S such that x≥Mx \geq Mx≥M"?a.there exists M>0M > 0M>0, such that x<Mx < Mx<M for all x∈Sx \in Sx∈Sb.there exists M>0M > 0M>0, there exists x∈Sx \in Sx∈S such that x≥Mx \geq Mx≥Mc.there exists M>0M > 0M>0, there exists x∈Sx \in Sx∈S such that x<Mx < Mx<Md.there exists M>0M > 0M>0 such that x≥Mx \geq Mx≥M for all x∈Sx \in Sx∈SLogin to continueOnly logged in users canattempt or see the solution.
